1. The problem statement, all variables and given/known data A 0.800 kg target slides along the ice at 3.0 m/s [W], when it is hit by a 20.0 g arrow moving at 260 m/s [N], as part of a show. Find the final velocity of the target after the inelastic collision. 2. Relevant equations pi= pf m1 v1i+ m2 v2i = (m1+ m2)vf pythagorean theorem 3. The attempt at a solution v1f= ? pix= pfx m1 v1ix+ m2 v_2ix = (m1+ m2)vfx (0.80)(-3.0)+0=(0.80+0.020) vfx -2.4=(0.820)vfx v_fx= -2.93 m/s piy= pfy m1 v1iy+ m2 v2iy = (m1+ m2)vfy 0+(0.02)(260)=(0.800+0.02) vfy vfy=5.2/0.82=6.34 m/s vf=√(-2.93)^2+(6.34)^2 vf=6.98 m/s tanθ= -2.93/6.34 θ=25° Since one of these values are negative, the angle is negative. Relatively speaking what would the angle be. also was this question in general answered correctly?